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Principles of naval engineering - Historic Naval Ships Association

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PRINCIPLES OF NAVAL ENGINEERINGFigure 20-17.— Generation <strong>of</strong> sine-wave voltage.41.19right <strong>of</strong> the figure represents successive values<strong>of</strong> the a-c voltage induced in the conductor asit moves at uniform speed through the 2-polefield, because the instantaneous values <strong>of</strong> rotationallyinduced voltage are proportional to thesine <strong>of</strong> the angled that the rotating vector makeswith the horizontal.The sine wave in figure 20-17 represents onecomplete revolution <strong>of</strong> the armature or onevoltage cycle. The frequency <strong>of</strong> a-c voltage ismeasured in cycles per second (cps) and maybe determined by the following formula:whererpmP: frequencyf = P X rpm120(in cps; according to theNational Bureau <strong>of</strong> Standards SpecialPublication 304, frequency in cyclesper second in the International Systems<strong>of</strong> Units is expressed as Hertz (H2).One hertz equals one cycle per second.)revolutions per minutenumber <strong>of</strong> poles in the generatorA generator made to deliver 60 cps, andhaving two field poles, would need an armaturedesigned to rotate at 3600 rpm.PROPERTIES OF A-C CIRCUITSResistance, the opposition to current flow,has the same effect in an a-c circuit as it doesin a d-c circuit. However, in the application <strong>of</strong>Ohm's law to a-c circuits, other propertiesmust be taken into consideration.Inductance is that property which opposesany change in the current flow and capacitanceis that property which opposes any change involtage. Since a-c current is constantly changingin magnitude and direction, the properties<strong>of</strong> inductance and capacitance are always present.The amount <strong>of</strong> opposition to current flow inan inductive circuit is referred to as its inductivereactance, Xj^. The value <strong>of</strong> inductive reactance(in ohms) depends on the inductance <strong>of</strong> the circuitand the frequency <strong>of</strong> the applied voltage. Expressedin equation form,X^ :27rfL504

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